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Table 5 Results of the mixed-effects meta-regression analyses of the standardized mean differences across gender including study- and country-level moderators

From: The potential of international large-scale assessments for meta-analyses in education

 

Separate meta-analyses

Direct inclusion

Indirect inclusion

 

ICILS 2013 data

ICILS 2018 data

ICILS 2013 & 2018 data

Non-ILSA data

One-stage inclusion

One-stage inclusion

Two-stage inclusion

Bayesian meta-analysis

Regression coefficients \(B\) (95% CI)

Intercept

− 0.03 [− 0.37, 0.30]

− 0.54[− 0.90, − .018]

− 0.17 [− 0.49, 0.14]

− 0.22 [− 1.49, 1.05]

− 0.30 [− 0.58, -0.02]

− 0.28 [− 0.57, 0.02]

0.12 [0.01, 0.22]

− 0.21 [− 1.57, 1.15]

Test fairness

–

–

–

0.20* [0.01, 0.39]

0.17 [− 0.01, 0.36]

0.18* [0.00, 0.36]

0.17* [0.00, 0.34]

0.20 [− 0.01, 0.41]

Publication type

–

–

–

− 0.24* [− 0.43, − 0.05]

− 0.21* [− 0.40, -0.01]

− 0.21* [− 0.41, -0.01]

− 0.22* [− 0.39, -0.05]

− 0.24* [− 0.45, − 0.04]

Power distance index (PDI)

0.00 [0.00, 0.01]

0.00 [0.00, 0.01]

0.00 [0.00, 0.00]

0.00 [0.00, 0.01]

0.00 [0.00, 0.00]

0.00 [0.00, 0.00]

–

0.00 [0.00, 0.01]

Global innovation index (GII)

0.00 [0.00, 0.01]

0.01* [0.01, 0.02]

0.01* [0.00, 0.01]

0.00 [− 0.02, 0.02]

0.01* [0.00, 0.01]

0.01* [0.00, 0.01]

–

0.00 [− 0.02, 0.02]

Baseline model

MEM2

MEM2

MEM3

MEM2

MEM3

CCMEM4

MEM2

MEM2

  1. ILSA = International large-scale assessment. The results of the two-stage direct inclusion are based on the pooling of the ICILS 2013 and 2018 data via random-effects meta-analyses in the first stage. The GII was derived as the country average of the global innovation indices across publication years. PDI and GII are country-level variables, while test fairness and publication type are study- level variables. MEM2 = Two-level mixed-effects meta-regression model, MEM3 = Three-level mixed-effects meta-regression model, CCMEM4 = Four-level cross-classified mixed-effects meta-regression model (with 31 countries). Positive standardized mean differences (Hedges’ g) suggested that girls performed better than boys. * p < .05